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Effects of two-temperature electrons, external oblique magnetic field, and higher-order nonlinearity on dust acoustic solitary waves in a dusty plasma with vortex-like ion distribution

机译:两温电子,外部斜磁场和高阶非线性对具有涡旋状离子分布的尘埃等离子体中尘埃声孤立波的影响

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摘要

Nonlinear properties of the dust acoustic (DA) solitary waves in a dusty plasma consisting of negatively variable-charged dust particles, vortex-like distributed ions and two-temperature isothermal electrons are reported. A reductive perturbation theory has been used to derive a modified Korteweg-de Vries (mKdV) equation for the first-order perturbed potential and a linear inhomogeneous mKdV-type equation for the second-order perturbed potential. The renormalization method is used to obtain stationary solutions of these coupled equations. The modifications in the amplitude and width of the solitary wave structure due to the inclusion of two different types of isothermal electrons, external oblique magnetic field, higher-order nonlinearity, and vortex-like distributed ions are investigated. Also a method based on energy consideration was used to obtain the stability condition. Moreover, the numerical results are applied to investigate some nonlinear characteristics of the DA solitary waves.
机译:据报道,尘埃等离子体中的尘埃声波(DA)孤立波具有非线性特性,该尘埃等离子体由带负电荷的尘埃粒子,涡旋状分布离子和两温等温电子组成。还原扰动理论已被用于导出一阶扰动电势的修正Korteweg-de Vries(mKdV)方程和二阶扰动电势的线性不均匀mKdV型方程。重整化方法用于获得这些耦合方程的平稳解。研究了由于包含两种不同类型的等温电子,外部倾斜磁场,高阶非线性和涡旋状分布离子而导致的孤立波结构的振幅和宽度的变化。同样,基于能量考虑的方法被用于获得稳定性条件。此外,将数值结果用于研究DA孤波的一些非线性特性。

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